Прошло уже более года с тех пор, как был опубликован прошлый рейтинг предложений. Напомню, он состоял из трех предложений которые набрали самое большое количество голосов по средством кнопок кнопок "+" и "-".
В этот раз всё будет аналогично. Отсмотрен весь перечень предложений с 28.02.2015 по сегодняшний день, и выявлены самые популярные предложения.
Стилистику вводной части я взял из прошлогодней статьи и оставил её без изменений, так как не вижу смысла переписывать новыми словами уже однажды перечисленное и не потерявшее актуальности.
Не многовато ли в первой десятке менеджеров из младших лиг? Коэффициенты стоит сократить. С каким трудом зарабатываются очки в PHL и LHL, думаю, уточнять не надо. Или же за сборную прибавку очков порезать".
"Нельзя ли отключить подтверждение некоторых действий на сайте? Удаление из шорт-листа, добавление в скаутинг например... Удаление из шорт-листа вообще можно сделать так как в Е-Меел, выбрал сразу сколько надо и удалил, а так же кнопку очистить шорт можно сделать.."
В этот раз всё будет аналогично. Отсмотрен весь перечень предложений с 28.02.2015 по сегодняшний день, и выявлены самые популярные предложения.
Стилистику вводной части я взял из прошлогодней статьи и оставил её без изменений, так как не вижу смысла переписывать новыми словами уже однажды перечисленное и не потерявшее актуальности.
Сразу стоит отметить, что проводя мониторинг предложений бросается в глаза, что многие администрацией проекта к данному моменту уже реализованы. За что, логично будет выразить ей благодарность.
Тем неимение ряд предложений остались за рамками реализации. Возможно это произошло в связи с тем, что вопрос не был раскрыт досконально или нуждался обсуждении и доработке.
Примечание:
- С целью избежания перегрузки и путаницы в комментариях в данной статье будут представлены всего три предложения.
№1 (+21) Введение дополнительного зарплатного кф. ветеранам
Автор: Vychislitel
22 апреля 2016 в 17:17 (стр. 107)
![]() | Martti Maki | 41 | -6 | ![]() | 154 | 329 | 18 | 50 | 1424 | 1242 |
У игрока выносливость 10 и потенциал -6
А он просит за свои услуги 1242 целковых!
Может стоит ввести дополнительные коэффициенты в формирование ЗП?
К примеру те-же потенциал и выносливость.
По принципу:
1 пункт потенциала в минусе равен -0,05 кф.
аналогично 1 пункт выносливости ниже 15 равен -0,05 кф. (У полевых ниже 15 у ГК ниже 20)
при этом коэффициент не может быть выше единицы.
На примере этого игрока выглядит так:
Х = 1242 * 0,7 * 0,75
Где
1242 - это ЗП по нынешней системе
0,7 - это кф Потенциала
0,75 - это кф выносливости
Итого при таких поправках игрок будет согласен на контракт 652
Что при его данных отличный приработок к пенсии.
С точки зрения логики у такого подхода есть реальные предпосылки. Игрок чувствует что сдает позиции и начинает более трезво смотреть на величину своего контракта."
№2 (+15) Изменение начисления баллов в рейтинге менеджеров
Автор: Admiral
25 декабря 2015 в 10:11 (стр. 100)
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)
№3 (+14) Упрощение интерфейса
Автор: ramasasha
17 марта 2016 в 03:38 (стр. 102)
"Нельзя ли отключить подтверждение некоторых действий на сайте? Удаление из шорт-листа, добавление в скаутинг например... Удаление из шорт-листа вообще можно сделать так как в Е-Меел, выбрал сразу сколько надо и удалил, а так же кнопку очистить шорт можно сделать.."
Для удобства комментарий по каждому отдельному предложению следует помечать цифрой. Так-же хотелось бы услышать предложения о доработках предложений и конструктивную критику. Возможно от этого зависит их реализация.
Надеюсь данная тема будет полезна
P.S. Так как